Module: TOPMODEL
(c) 2003 by O.Conrad
Menu: Simulation > Hydrology
Description
Simple Subcatchment Version of TOPMODEL

Based on the 'TOPMODEL demonstration program v95.02' by Keith Beven (Centre for Research on Environmental Systems and Statistics, Institute of Environmental and Biological Sciences, Lancaster University, Lancaster LA1 4YQ, UK) and the C translation of the Fortran source codes implementated in GRASS.

This program allows single or multiple subcatchment calculations but with single average rainfall and potential evapotranspiration inputs to the whole catchment. Subcatchment discharges are routed to the catchment outlet using a linear routing algorithm with constant main channel velocity and internal subcatchment routing velocity. The program requires ln(a/tanB) distributions for each subcatchment. These may be calculated using the GRIDATB program which requires raster elevation data as input. It is recommended that those data should be 50 m resolution or better.

NOTE that TOPMODEL is not intended to be a traditional model package but is more a collection of concepts that can be used **** where appropriate ****. It is up to the user to verify that the assumptions are appropriate (see discussion in Beven et al.(1994). This version of the model will be best suited to catchments with shallow soils and moderate topography which do not suffer from excessively long dry periods. Ideally predicted contributing areas should be checked against what actually happens in the catchment.

It includes infiltration excess calculations and parameters based on the exponential conductivity Green-Ampt model of Beven (HSJ, 1984) but if infiltration excess does occur it does so over whole area of a subcatchment. Spatial variability in conductivities can however be handled by specifying Ko parameter values for different subcatchments, even if they have the same ln(a/tanB) and routing parameters, ie. to represent different parts of the area.

Note that time step calculations are explicit ie. SBAR at start of time step is used to determine contributing area. Thus with long (daily) time steps contributing area depends on initial value together with any volume filling effect of daily inputs. Also baseflow at start of time step is used to update SBAR at end of time step.

References
- Beven, K., Kirkby, M.J., Schofield, N., Tagg, A.F. (1984): Testing a physically-based flood forecasting model (TOPMODEL) for threee U.K. catchments, Journal of Hydrology, H.69, S.119-143.

- Beven, K. (1997): TOPMODEL - a critique, Hydrological Processes, Vol.11, pp.1069-1085.

Parameters
NameTypeIdentifierDescriptionConstraints
Input
A / tan(ß) Grid (input)ATANB
Climate Data (P, EP) Table (input)CLIMATE
Output
Soil Moisture Deficit (*)Grid (optional output)MOIST
Simulation OutputTable (output)TABLE
Options
Time Step [h]Floating pointDTIME
Number of ClassesIntegerNCLASSESMinimum: 1.000000
Initial subsurface flow per unit area [m/h]Floating pointP_QS0
Areal average of ln(T0) = ln(Te) [ln(m^2/h)]Floating pointP_LNTE
Model parameter [m]Floating pointP_MODEL
Initial root zone storage deficit [m]Floating pointP_SR0
Maximum root zone storage deficit [m]Floating pointP_SRZMAX
Unsaturated zone time delay per unit storage deficit [h]Floating pointP_SUZ_TD
Main channel routing velocity [m/h]Floating pointP_VCH
Internal subcatchment routing velocity [m/h]Floating pointP_VR
Surface hydraulic conductivity [m/h]Floating pointP_K0
Wetting front suction [m]Floating pointP_PSI
Water content change across the wetting frontFloating pointP_DTHETA
Green-Ampt InfiltrationBooleanBINF
(*) optional